New exact solutions to the generalized KdV equation with generalized evolution
Yongan Xie Shengqiang Tang Dahe Feng
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In this paper, by using a transformation and an application of Fan subequation, we study a class of generalized Korteweg–de Vries (KdV) equation with generalized evolution. As a result, more types of exact solutions to the generalized KdV equation with generalized evolution are obtained, which include more general single-hump solitons, multihump solitons, kink solutions and Jacobian elliptic function solutions with double periods.
Yongan Xie1 Shengqiang Tang1 Dahe Feng1
Volume 96, 2022
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